When using integration by parts on \(\int x \mathrm{cos(x)} dx\), what should you choose for u and what should you choose for dv?
What does the problem look like after applying the integration by parts formula (something of the form ___ - \(\int\)____\(dx\))
This video should be helpful for solving homework problems 3, 5, 23 and 31
When using integration by parts on \(\int x^2 e^{3x} dx\), what should you choose for u and what should you choose for dv?
What does the problem look like after applying the integration by parts formula (something of the form ___ - \(\int\)____\(dx\))
This video should be helpful for solving problem 7
When using integration by parts on \(\int x \mathrm{ln}(x) dx\), what should you choose for u and what should you choose for dv?
What does the problem look like after applying the integration by parts formula (something of the form ___ - \(\int\)____\(dx\))
This video should be helpful for solving problems 11 and 27
This video should be helpful for solving problem 9
Hint for #15. Start with \(u=(lnx)^2\) and \(dv=1 dx\)